RTModel
 Real-Time Microlensing Modelling by Valerio Bozza
RTModel index
 
OB141419
Binary or planetary
 
Binary lens models
Model L1     χ2=2006.5    gOGLE=2.07843±0.343768

s=1.55618±0.112801    q=0.0245332±0.0475109    u0=0.808541±0.113498    θ=2.00346±0.183402    ρ*=0.0163269±0.0298017    tE=21.1174±9.58525    t0=6843.92±1.75657    
Model L2     χ2=2011.74    gOGLE=4.301±5.84997

s=0.812648±0.0692875    q=0.64198±1.01538    u0=-0.562123±0.581759    θ=2.57448±0.261639    ρ*=0.0202472±0.0305288    tE=27.8731±25.4264    t0=6843.64±4.28059    
Model L3     χ2=2033.5    gOGLE=12.0538±15.8372

s=2.07442±0.30728    q=0.530237±0.601733    u0=-0.322953±0.131046    θ=1.98531±0.442196    ρ*=0.0105266±0.0205134    tE=50.4422±50.0658    t0=6858.71±8.98555    
Model L4     χ2=2038.38    gOGLE=18.5316±4.64624

s=2.05409±0.221976    q=0.798476±0.0930441    u0=-0.232873±0.0394511    θ=2.96546±0.0851778    ρ*=0.00730668±0.0108079    tE=68.6426±13.8326    t0=6897.44±6.06734    
Model L5     χ2=2043.92    gOGLE=17.0619±2.57891

s=2.23324±0.129152    q=0.732812±0.0379638    u0=0.265214±0.0474165    θ=0.160753±0.0420301    ρ*=0.00788468±0.0137263    tE=69.0567±11.4131    t0=6920.76±3.89437